Chapter 1- Rational Numbers
Chapter 2- Linear Equations in One Variable
Chapter 3- Understanding Quadrilaterals
Chapter 4- Practical Geometry
Chapter 5- Data Handling
Chapter 6- Factorization
Chapter 7- Square and Square Roots
Chapter 8- Cube and Cube roots
Chapter 9- Comparing Quantities
Chapter 10- Exponents and Powers
Chapter 11- Direct and Inverse Proportions
Chapter 12- Algebraic Expressions and Identities
Chapter 13- Introduction to Graphs
Chapter 14- Mensuration
1. Patterns
2. Classification
3. Odd One Out
4. Sequencing & Series
5. Analogies
6. Visual Reasoning
7. Spatial Reasoning
8. Logical Reasoning
9. Quantitative Reasoning
10. Calendar & Time Problems
11. Coding-Decoding (letters/numbers/words)
12. Blood Relations
13. Direction Sense
14. Venn Diagrams
15. Number Puzzles
16. Ranking & Ordering
17. Syllogisms
18. Embedded Figures
19. Mirror & Water Images
20. Dice & Cubes (nets, views, hidden faces)
21. Mathematical Operations
22. Clocks
23. Binary Logic
24. Statement & Conclusions
25. Statement & Assumptions
26. Logical Deductions
1. Compliments to 10, 100, 1000 (Base Method)
2. Addition & Subtraction Using Base Numbers
3. Adding & Subtracting Near Base Numbers (e.g., 999, 1001, 9999)
4. Doubling & Halving (large numbers)
5. Multiplication by 5, 9, 11, 12, 25, 99, 125, 999
6. Vertical & Crosswise Multiplication (2-digit × 2-digit, 3-digit × 2-digit, 3-digit × 3-digit)
7. Multiplication Near Base Numbers (e.g., 997 × 1003)
8. Number Splitting for Easy Multiplication
9. Left to Right Addition/Subtraction
10. Division by 5, 9, 11, 25, 50, 99, 125
11. Digit Sum Check (Casting Out Nines)
12. Squaring Numbers Ending in 5
13. Squaring Numbers Near Base (e.g., 995², 1006²)
14. Cubing Numbers Near Base (simple)
15. Finding Square Roots (Vedic Sutra basics)
16. Finding Cube Roots (basic)
17. Divisibility Rules (Vedic style)
18. Finding Remainders (Vedic method)
Class 8 maths becomes more advanced, and many students start finding topics like algebra, exponents, rational numbers, and geometry difficult. Even when they know the concepts, solving questions quickly can feel challenging. Because of this:
1.Maths homework takes more time
2. Small calculation mistakes happen often
3. Word problems feel confusing
4. Exam pressure increases
5. Confidence in maths becomes low
With mental maths for class 8, students can improve speed, accuracy, and logical thinking through simple tricks and regular practice.
Mental maths helps students think faster, solve questions quickly, and understand maths concepts more clearly.Benefits of mental maths for class 8:
Students learn smart methods to solve maths questions quickly.
Mental maths makes advanced concepts easier to understand.
Activities improve reasoning and step-by-step thinking.
Regular practice reduces calculation mistakes.
Students feel more confident while solving maths questions in tests and school exams.
Your child may need extra maths support if they:
1.Take too much time to solve sums
2. Struggle with algebra or rational numbers
3. Make frequent calculation mistakes
4. Feel nervous before maths exams
5. Avoid practising maths regularly
Games and puzzles make maths more interesting and fun.
Students learn faster ways to solve difficult questions.
Practice improves speed, focus, and confidence naturally.
Teachers explain concepts clearly and solve doubts patiently.
Students build strong maths basics for Class 9, Class 10, and competitive exams.
With online maths classes for class 8, students can improve algebra, exponents, percentages, geometry, rational numbers, and mental calculation skills in a fun and easy way.